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Table 3.

Previous measurements of the time delay Δt and the differential magnification ℛq between the NE and SW lensed images.

Observations date Method Δt (days) q Note
1990–1991 Light-curve of VLA data at 8.4 and 15 GHz 44 ± 9 (a) 1.17 − 1.23 van Ommen et al. (1995)
1997–1998 Light-curve of ATCA 8.6 GHz data 1.52 ± 0.05 Lovell et al. (1998)
1996–1998 Saturation of the HCO+J = 2 − 1 line Wiklind & Combes (2001)
1997 Jan.–Apr. 43 GHz VLBI observations (b) 1.13 ± 0.61 Jin et al. (2003)
2008–2010 γ-ray light curve from Fermi-LAT 27 ± 0.6 (c) Barnacka et al. (2011)
2012 Apr.–Jun. Model of a chromatic jet to ALMA data 27 (d) 1.35 Martí-Vidal et al. (2013)
2008–2015 γ-ray light curve from Fermi-LAT 23 ± 0.5, 19.7 ± 1.2 (e) n.c. (e) Barnacka et al. (2015)
2008–2011 γ-ray light curve from Fermi-LAT n.a. (e) > 6 (e) Abdo et al. (2015)
2019 Jul. Lensing model from ALMA observations 26–29 (f) 1.07 (d) Muller et al. (2020a)
2016 Mar.–Sep. ALMA monitoring 25 ± 3 (g) 1.24 ± 0.04 (g) This work

Notes.

(a)

Most likely contaminated by contribution of the Einstein ring flux density;

(b)

From the determinant of the relative magnification matrix between the two vectors formed by the core-jet separation and offset between polarized and total-intensity emission for different epochs;

(c)

Disputed by Abdo et al. (2015), as signal in the time-series analysis could come from the Moon’s orbital motion;

(d)

Fixed;

(e)

Not constrained, if different γ-ray flares arise from different emitting locations, hence with potentially slightly different time delays and magnifications;

(f)

Depending on the adopted value of H0;

(g)

Based on a parametric model of the continuum evolution (flux density and spectral index).

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